%0 Journal Article %1 esau2019axial %A Esau, S. %A Palameta, A. %A Kleiv, R. T. %A Harnett, D. %A Steele, T. G. %D 2019 %K diquark doubly-heavy-diquark myown sum-rules tetraquark %R 10.1103/PhysRevD.100.074025 %T Axial Vector $cc$ and $bb$ Diquark Masses from QCD Laplace Sum-Rules %U http://arxiv.org/abs/1905.12803 %X Constituent mass predictions for axial vector (i.e., $J^P=1^+$) $cc$ and $bb$ colour antitriplet diquarks are generated using QCD Laplace sum-rules. We calculate the diquark correlator within the operator product expansion to NLO, including terms proportional to the four- and six-dimensional gluon and six-dimensional quark condensates. The sum-rules analyses stabilize, and we find that the mass of the $cc$ diquark is 3.51~GeV and the mass of the $bb$ diquark is 8.67~GeV. Using these diquark masses as inputs, we calculate several tetraquark masses within the Type-II diquark-antidiquark tetraquark model.

@article{esau2019axial, abstract = {Constituent mass predictions for axial vector (i.e., $J^P=1^+$) $cc$ and $bb$ colour antitriplet diquarks are generated using QCD Laplace sum-rules. We calculate the diquark correlator within the operator product expansion to NLO, including terms proportional to the four- and six-dimensional gluon and six-dimensional quark condensates. The sum-rules analyses stabilize, and we find that the mass of the $cc$ diquark is 3.51~GeV and the mass of the $bb$ diquark is 8.67~GeV. Using these diquark masses as inputs, we calculate several tetraquark masses within the Type-II diquark-antidiquark tetraquark model.}, added-at = {2020-05-15T22:44:48.000+0200}, author = {Esau, S. and Palameta, A. and Kleiv, R. T. and Harnett, D. and Steele, T. G.}, biburl = {https://www.bibsonomy.org/bibtex/27d2fb1ceb1cba65ce39171ef96613c41/rkleiv}, description = {Axial Vector $cc$ and $bb$ Diquark Masses from QCD Laplace Sum-Rules}, doi = {10.1103/PhysRevD.100.074025}, interhash = {e7bbb402480fa2a37c1b70c27fb34b6c}, intrahash = {7d2fb1ceb1cba65ce39171ef96613c41}, keywords = {diquark doubly-heavy-diquark myown sum-rules tetraquark}, note = {cite arxiv:1905.12803Comment: Updated analysis, discussion and references}, timestamp = {2020-05-15T22:44:48.000+0200}, title = {Axial Vector $cc$ and $bb$ Diquark Masses from QCD Laplace Sum-Rules}, url = {http://arxiv.org/abs/1905.12803}, year = 2019 }